Sentence examples for assertion stating that from inspiring English sources

Exact(1)

The ACWF contested this assertion, stating that the economic conditions were not at the point where jobs could be provided to all women.

Similar(59)

An assertion states that an individual belongs to a concept of that a pair of individuals satisfies a role.

In court documents, the agency denied many of the company's assertions, stating that Michaels breached the agreement by failing to obtain commitments from lenders willing to invest in the project.

Contrary to popular belief, it is the former rather than the latter which are typical of the natural sciences, which means that typically prediction in natural science is conditional and limited in scope it takes the form of hypothetical assertions stating that certain specified changes will come about if particular specified events antecedently take place.

For instance, an assertion states that the urinary bladder is homologous among Tetrapoda.

I thought of fission, budding, regeneration, and vegetative propagation as possible exceptions, but Shubin clarifies his assertion by stating that "every living thing sprang from some parental genetic information" (p. 174).

Randy Levine, the president of the Yankees, responded to the Red Sox' assertions by stating that "everything we heard is a totally different story".

Robert Kerman contradicts these assertions, however, stating that Deodato did tell him of political concerns involving the media in the making of this film.

For the second assertion, we simply apply Proposition 21, stating that the exact sequence ( 1rightarrow Lambda rightarrow Gamma rightarrow G rightarrow 0) determines, when G is abelian, the real affine type of the action of (Gamma ).

A rule base is applied to the text that assigns to each concept an attribute stating that the concept is a positive assertion, a negative assertion or an uncertain assertion.

In the Gödelian context of arithmetical proofs, the problem was coped with by a general method of assigning arithmetical semantics to self-referential assertions \(c : A ( c)\) stating that \(c\) is a proof of \(A ( c)\).

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